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Titlebook: Information Theory and Statistical Learning; Frank Emmert-Streib,Matthias Dehmer Book 2009 Springer-Verlag US 2009 algorithms.combinatoria

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Model Selection and Testing by the MDL Principle,r of parameters is done by a criterion defined by an . based ., while the corresponding optimally quantized real valued parameters are determined by the so-called structure function following Kolmogorov‘s idea in the algorithmic theory of complexity. Such models are ., and they can be tested also in
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The Application of Data Compression-Based Distances to Biological Sequences,various types of compressor algorithms and describe their general behaviour with respect to the comparison of protein and DNA sequences. We employ reduced and enlarged alphabets, and model biological rearrangements like domain shuffling. In the classification experiments evaluated with ROC analysis,
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Information Approach to Blind Source Separation and Deconvolution,ixing mechanism [1]. (That is why the separation is called blind). Instead, it relies on the basic assumption that the sources are mutually independent.. A popular measure of dependence is the mutual information. This chapter attempts to provide a systematic approach to blind source separation based
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Causality in Time Series: Its Detection and Quantification by Means of Information Theory,t subsystems. In this paper, we focus on information-theoretic approaches for causality detection by means of directionality index based on mutual information estimation. We briefly review the current methods for mutual information estimation from the point of view of their consistency. We also pres
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